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This is numerical analysis code from one of my university assignments. It finds the roots of two different mathematical equations using the following methods: newton's method, the secant method, bisection method and the modified method of false position. You will also find in the zip file analysis of the code and explanations of the various methods. This code may be very handy in another university assignment and may be reproduced if my name is noted.

This is numerical analysis code from one of my university assignments. It finds the roots of two different mathematical equations using the following methods: newton's method, the secant method, bisection method and the modified method of false position. You will also find in the zip file analysis of the code and explanations of the various methods. This code may be very handy in another university assignment and may be reproduced if my name is noted.

This is numerical analysis code from one of my university assignments. It finds the roots of two different mathematical equations using the following methods: newton's method, the secant method, bisection method and the modified method of false position. You will also find in the zip file analysis of the code and explanations of the various methods. This code may be very handy in another university assignment and may be reproduced if my name is noted.

This is numerical analysis code from one of my university assignments. It finds the roots of two different mathematical equations using the following methods: newton's method, the secant method, bisection method and the modified method of false position. You will also find in the zip file analysis of the code and explanations of the various methods. This code may be very handy in another university assignment and may be reproduced if my name is noted.

This is numerical analysis code from one of my university assignments. It finds the roots of two different mathematical equations using the following methods: newton's method, the secant method, bisection method and the modified method of false position. You will also find in the zip file analysis of the code and explanations of the various methods. This code may be very handy in another university assignment and may be reproduced if my name is noted.

This is numerical analysis code from one of my university assignments. It finds the roots of two different mathematical equations using the following methods: newton's method, the secant method, bisection method and the modified method of false position. You will also find in the zip file analysis of the code and explanations of the various methods. This code may be very handy in another university assignment and may be reproduced if my name is noted.

This is numerical analysis code from one of my university assignments. It finds the roots of two different mathematical equations using the following methods: newton's method, the secant method, bisection method and the modified method of false position. You will also find in the zip file analysis of the code and explanations of the various methods. This code may be very handy in another university assignment and may be reproduced if my name is noted.

This is numerical analysis code from one of my university assignments. It finds the roots of two different mathematical equations using the following methods: newton's method, the secant method, bisection method and the modified method of false position. You will also find in the zip file analysis of the code and explanations of the various methods. This code may be very handy in another university assignment and may be reproduced if my name is noted.

This is numerical analysis code from one of my university assignments. It finds the roots of two different mathematical equations using the following methods: newton's method, the secant method, bisection method and the modified method of false position. You will also find in the zip file analysis of the code and explanations of the various methods. This code may be very handy in another university assignment and may be reproduced if my name is noted.

This is numerical analysis code from one of my university assignments. It finds the roots of two different mathematical equations using the following methods: newton's method, the secant method, bisection method and the modified method of false position. You will also find in the zip file analysis of the code and explanations of the various methods. This code may be very handy in another university assignment and may be reproduced if my name is noted.